System for optical wireless power supply

ABSTRACT

A system for optical wireless power transmission to a power receiving apparatus generally situated in a mobile electronic device. The transmitter has an optical resonator with end reflectors and a gain medium positioned between them, such that an optical beam is generated. The frequency of the beam is selected such that it is absorbed by almost all transparent organic materials in general use. A beam steering unit on the transmitter can direct the beam in any of a plurality of directions, and the beam is absorbed on the receiver by means of an optical-to-electrical power converter, through a low reflection surface. The band gap of this power converter is selected to be smaller than that of the gain medium. The receiver has a voltage converter including an inductor, an energy storage device and a switch. A beam steerer controller ensures that the beam impinges on the receiver.

RELATED APPLICATIONS

This application is a continuation of U.S. patent application Ser. No. 17/549,295, filed Dec. 13, 2021, which is a continuation of U.S. Pat. No. 11,201,505, issued Dec. 14, 2021, which is a continuation of U.S. Pat. No. 10,063,109, issued Aug. 28, 2018, which is a continuation of U.S. Pat. No. 9,742,223, issued Aug. 22, 2017, which is a continuation of U.S. Pat. No. 9,312,701, issued Apr. 12, 2016, which claims the benefit of U.S. Provisional Application No. 62/193,368, filed Jul. 16, 2015. These applications are herein incorporated by reference in their entirety for all purposes.

FIELD OF THE INVENTION

The present invention relates to the field of wireless power beaming, especially as applied to use of a laser based transmission system to beam optical power in a domestic environment to a mobile electronic device.

BACKGROUND

There exists a long felt need for the transmission of power to a remote location without the need for a physical wire connection. This need has become important in the last few decades, with the popularization of portable electronic devices operated by batteries, which need recharging periodically. Such mobile applications include mobile phones, laptops, cars, toys, wearable devices and hearing aids. Presently, the capacity of state of the art batteries and the typical battery use of a smart phone intensively used may be such that the battery may need charging more than once a day, such that the need for remote wireless battery recharging is important.

Battery technology has a long history, and is still developing. In 1748 Benjamin Franklin described the first battery made of Leyden jars, the first electrical power source, which resembled a cannon battery (hence the name battery). Later in 1800, Volta invented the copper zinc battery, which was significantly more portable. The first rechargeable battery, the lead acid battery, was invented in 1859 by Gaston Plante. Since then the energy density of rechargeable batteries has increased less than 8 times, as observed in FIG. 1 , which shows the energy density, both in weight and volume parameters, of various rechargeable battery chemistries, from the original lead acid chemistry to the present day lithium based chemistries and the zinc-air chemistry. At the same time, the power consumed by portable electronic/electrical devices has reached a point where several full battery charges may need to be replenished each day.

Almost a century after the invention of the battery, in the period between 1870 and 1910, Tesla attempted the transmission of power over distance using electromagnetic waves. Since then, many attempts have been made to transmit power safely to remote locations, which can be characterized as over a distance significantly larger than the transmitting or receiving device. This ranges from NASA, who conducted the SHARP (Stationary High Altitude Relay Platform) project in the 1980s to Marin Soljacic, who experimented with Tesla-like systems in 2007.

Yet, to date, only three commercially available technologies allow transfer of power to mobile devices safely without wires namely:

-   -   Magnetic induction—which is typically limited in range to just a         few mm;     -   Photovoltaic cells—which cannot produce more than 0.1 Watt for         the size relevant to mobile phones when illuminated by either         solar light or by available levels of artificial lighting in a         normally (safe) lit room; and     -   Energy harvesting techniques—which convert RF waves into usable         energy, but cannot operate with more than 0.01 W in any         currently practical situation, since RF signal transmission is         limited due to health and FCC regulations.

At the same time, the typical battery of a portable electronic device has a capacity of between 1 and 100 Watt*hour, and typically requires a daily charge, hence a much higher power transfer at a much longer range is needed.

There is therefore an unmet need to transfer electrical power, over a range larger than a few meters, safely, to portable electronic devices, which are typically equipped with a rechargeable battery.

A few attempts to transfer power in residential environments, using collimated or essentially collimated, electromagnetic waves, have been attempted. However, commercial availability of such products to the mass market is limited at the current time. A few problems need to be solved before such a commercial system can be launched:

-   -   A system should be developed which is safe.     -   A system should be developed which is cost effective.     -   A system should be developed which is capable of enduring the         hazards of a common household environment, including         contamination such as dust and fingerprints or liquid spills,         vibrations, blocking of the beam, unprofessional installation,         and periodic dropping onto the floor.

Currently allowed public exposure to transmitted laser power levels are insufficient for providing useful amount of power without a complex safety system. For example, in the US, the Code of Federal Regulations, title 21, volume 8, (21 CFR § 8), revised on April 2014, Chapter I, Subchapter J part 1040 deals with performance standards for light emitting products, including laser products. For wavelengths outside of the visible range, there exist, class I, class III-b and class IV lasers (class II, IIa, and IIIa are for lasers between 400 nm and 710 nm, e.g. visible lasers). Of the lasers outside the visible range, class 1 is considered safe for general public use and classes IIIb and IV are considered unsafe.

Reference is now made to FIG. 2 which is a graph showing the MPE (maximal permissible exposure value) for a 7 mm. pupil diameter, for class I lasers, according to the above referenced 21 CFR § 8, for 0.1-60 seconds exposure. It can be seen from the above graph that:

-   -   (i) The maximum permissible exposure levels generally (but not         always) increase with wavelength, and     -   (ii) Even if the laser is turned off some 0.1 second after a         person enters the beam, in order to meet the requirement         specified in 21 CFR § 8, no more than 1.25 W of light can be         transmitted, and that at wavelengths longer than 2.5μ, with the         limit orders of magnitude less at shorter wavelengths.

Thus, without some kind of safety system, only a few milliwatts of laser power are allowed to be transmitted, which even if completely converted back to electricity, would supply significantly less power than the power needed to charge most portable electronic devices. A cellular phone, for example, requires from 1 to 12 W for charging, depending on the model.

To transmit power higher than that of class 1 laser MPE, a safety system is needed. None, to the best of the applicants' knowledge, has yet been commercialized for transmitting significant power levels in residential environment accessible to untrained people.

Building of a robust safety system is difficult. It is well known in the art that fingerprints and dust scatter laser light and that transparent surfaces reflect or scatter it. If high power is to be transferred, then a class IV (or IIIb) laser would be needed, which would require a reliable safety system. For Class IV lasers, even scattered radiation from the main beam is dangerous. According to the 21 CFR § 8, as revised on April 2014, Chapter I, Subchapter J part 1040, lasers emitting between 400 nm and 1400 nm, having more than 0.5 W beam output, are usually considered class IV lasers for exposures above 0.5 sec, and even scattered radiation from such lasers may be dangerous. Such lasers are required to have a lock key and a warning label similar to that shown in FIG. 3 , where it is noted that the warning relates to “scattered radiation” also, and the user of the laser is usually required to wear safety googles and is typically a trained professional, all of these aspects being very different from the acceptable conditions of use of a domestically available laser power transmission system for charging mobile electronic devices.

The prior art typically uses anti-reflective coatings on surfaces to prevent such reflections, in combination with elaborate beam blocking structures to block such reflections, should they nevertheless occur. However, the AR-coating solution used in the prior art is prone to failure from dust or spilled liquid deposited on its surface, or from coating wear and tear, such as from improper cleaning. Additionally, the beam block solution typically limits the field of view of the system severely, and is bulky compared to the dimensions of modern portable electronic devices.

The prior art therefore lacks a reliable and “small footprint” mechanism to prevent scattering and reflections from the power beam in unwanted directions. Such scattering and reflections may be caused either by a transparent surface inadvertently placed between the transmitter and the receiver, and the optical characteristics of that transparent surface may arise from a vast number of different transparent materials, or from liquid spills and fingerprints which may be deposited on the external surfaces of the system, typically on the front surface of the receiver.

A third problem with the solutions suggested in the prior art, is that such safety systems generally require a mechanism to guarantee good alignment of the power beam system and the safety system such that both systems are boresighted on the same axis until the power beam diverges enough or is attenuated enough (or a combination of these factors and any other factors) so that it no longer exceeds safety limits. This is extremely difficult to achieve with a collimated class IV or IIIb laser beam, which typically expands very little with distance and thus exceeds the safety limit for a very long distance.

One prior art principle of operation used to build such a safety system is the optical detection of transparent surfaces that may be positioned in the beam's path. However transparent surfaces that may enter the beam path may be made from a vast number of different transparent materials, may be antireflection AR coated or may be placed in an angle close to Brewster's angle so they are almost invisible to an optical system unless they absorb the beam. However, since light absorption levels for each material are different, and may even be negligible, and since building an optical system that relies on optical absorption will be highly material specific, and since the number of available materials is extremely large, such a system is likely to be complex, large and expensive, and unless properly designed, is likely to be unreliable, especially when considering that it is meant to be a critical safety system. Relying on the reflections to provide detectable attenuation of the beam is also problematic, as the surfaces may be coated by an anti-reflective coating or positioned in a near Brewster angle to the beam, such that the reflection may be minimal for that particular position of the surface.

There therefore exists a need for a laser power transmission system with built-in safety features, which overcomes at least some of the disadvantages of prior art systems and methods.

The disclosures of each of the publications mentioned in this section and in other sections of the specification, are hereby incorporated by reference, each in its entirety.

SUMMARY

Since many of the reflective materials in domestic use are plastic, the present disclosure attempts to provide a system in which the light beam used to power the remote device is absorbed by the vast majority of transparent organic materials, such that it would be simple to detect when a plastic or other organic material is inserted into the beam. This should be applicable even for a plastic material essentially transparent at some wavelengths. Achievement of this aim would result in a laser power transmitting system that would provide good protection from inadvertent reflections from supposedly transparent plastic objects inserted into the beam.

It is not feasible to measure the absorption/transmission spectrum of all transparent materials to determine their optical properties, as there are too many such materials, many of which do not have readily available absorption spectra in the literature, which could be used for evaluation. A more theoretical, systematic approach is therefore needed.

Opaque or even partially opaque materials can be easily detected when placed in the beam, by measuring the beam's attenuation. However some materials are transparent or nearly transparent and it is such transparent materials that are significantly harder to detect. There are two major groups of solid transparent materials, organic and inorganic materials. The number of inorganic transparent solid materials available to the general public is fairly limited, consisting mostly of glasses, a few semiconductor materials in common use, quartz, and some naturally occurring minerals such as diamonds, ruby and calcite. It is therefore possible to build a detection system for reflections from inorganic transparent materials, covering all likely scenarios.

On the other hand, the availability of different organic, transparent materials to the general public is enormous, and new transparent materials are being added to the list all the time. This is a significant problem as characterizing this group optically is thus virtually impossible.

Polymers are a significant group of transparent organic materials, and they will be used as a sample group to assist in explaining the way in which the current invention is intended to operate. Polymers typically consist of long chains of monomers, with the backbone of such polymers being typically made of either carbon or silicon. FIGS. 4 to 9 show the chemical structure of some commonly used transparent polymers. FIG. 4 shows a Poly-methyl methacrylate (PMMA) chain; FIG. 5 shows the structure of a polycarbonate; FIG. 6 shows the polystyrene structure; FIG. 7 shows nylon 6,6; FIG. 8 shows a polypropylene chain; and FIG. 9 shows the polyethylene chain structure.

As is observed, the chemical structure of the sample polymers shown is very different, and the absorption spectra of these polymers depend on many factors including the density of the material, trace amounts of reagent, and the chain length. Yet it is observed that all the above transparent polymers have some chemical bonds in common, especially C—C and C—H bonds. This is especially true for commercially available polymers, which are almost entirely based on organic materials, which would be detected by the systems of the present disclosure, or semi-organic silicon based polymers such as silicones, polysilanes, polygermanes and polystannanes, or polyphospahazenes, which would also be detected by systems of the present disclosure.

Apart from that, the number of transparent materials available to the general public which is not based on carbon chemistry is fairly limited, consisting mostly of various glasses, most of which have readily available data on their transmission spectra.

If a system were designed so that the laser excites either a vibrational C—H, or also possibly a C—C bond in polymers, then it would be easy to detect when one such polymer were positioned within the beam, by monitoring the power drop caused by the polymer. This assumes that the absorption of the C—H or C—C bond is always present and is always wavelength aligned to the laser wavelength. Rotational peaks could also be used for this purpose, but they may be unreliable in polymers, such that the vibrational C—H (or C—C) absorptions are better suited for this purpose.

Reference is now made to FIG. 10 , which shows a chart of typical absorption regions of different polymer bonds. It is observed that the C—H stretch vibration around 2900-3200 cm⁻¹, appears in almost all of the polymers shown. This could therefore be used as the absorption mechanism trigger for a safety system, using the change in transmitted power resulting from the absorption bands. However, there are two problems with these absorption bands, which make them less useful for this purpose:

-   -   (i) The C—H vibrational absorption lines are typically very         sharp, and their exact frequency varies much from one polymer to         another, so a laser may excite one polymer, but not another.         Thus, unless the laser is tuned exactly to the specific C—H         vibration line of that polymer, it would not be absorbed.     -   (ii) Such C—H vibration peaks are generally medium absorption         peaks, meaning that the attenuation of a beam due to a material         section a few mm thick would be 20-50% (i.e. it allows detection         of even trace amounts of material in a small container), and         while medium (20-70% attenuation per cm material) and strong         (>70% attenuation per cm) absorption peaks are generally much         easier to detect, they cannot be used to construct a robust         system.

In a commercial system, designed for the consumer environment, fingerprints are a common problem. In normal operation the system should not fail simply when a fingerprint is deposited upon it; instead the system should shut down transmission when there is a risk of exceeding safety limits. To do this, the system should detect blocking of the beam but should not cease transmission due to any fingerprint deposited on the receiver. If a strong or medium absorption peak is used, then should a fingerprint or some other contamination be deposited on the external optical surface of the receiver or transmitter, it would absorb the beam significantly, causing power transmission to fail. This arises since fingerprints also contain organic compounds that would absorb the beam, resulting in uncontrolled system failure. In order to allow the system to operate in an environment where organic materials such as fingerprints may be deposited on the surface of its typically external optical components, it would be necessary to build a system where the laser beam successfully traverses the finger print, while the safety system detects dangerous transparent items that may be inserted into the beam. If, on the other hand, a safety system were to utilize a weak absorption band instead of a medium or strong one, then the system should continue to operate with the fingerprint, and shutoff may be done based on an electronic decision and not in an uncontrolled manner.

Turning to the C—C absorption band, stretching from 800 cm⁻¹ to 1300 cm⁻¹, this is such a wide band that a narrowband laser is almost certain to miss a narrowband absorption peak in this region, since while the peak may be positioned in the 800 cm⁻¹ to 1300 cm⁻¹ range, its typical width is very small, and may be easily missed by a narrowband laser. Additionally, as will be seen in FIG. 11 hereinbelow, this band vanishes for some polymers, where no absorption peak is visible between 800 and 1300 cm⁻¹ and some polymers may exist where C—C bonds are not present, and are replaced by aromatic carbon-carbon bonds or by C═C bonds and C—O—C bonds

An additional problem arises from the absorption strength of the C—C line. In symmetrical compounds such as polyethylene, it may be nearly impossible to detect, while in other compounds it may be so strong that even a weak fingerprint on the surface of the receiver will make the system inoperable, as a significant portion of the power may be absorbed by the fingerprint, making the device unusable. To enable operation of a system in which fingerprints may be deposited on its optical surfaces, a weak, but not too weak absorption line is required that will not change much between different polymers and which would be found in most organic polymers, and a laser tuned to that peak should be used, in conjunction with a system that operates around that peak. As can be seen from FIG. 10 , there is no such peak in the commonly used polymers and in the absorption bands shown.

There is thus provided in accordance with an exemplary implementation of the systems described in this disclosure, a system for optical wireless power transmission to a power receiving apparatus comprising:

-   -   (a) an optical resonator having end reflectors and adapted to         emit an optical beam,     -   (b) a gain medium positioned inside the optical resonator and         having a first bandgap energy, the gain medium being thermally         attached to a cooling system and configured to amplify light         passing through it,     -   (c) a driver supplying power to the gain medium, and controlling         the small signal gain of the gain medium,     -   (d) a beam steering apparatus configured to direct the optical         beam in at least one of a plurality of directions,     -   (e) an optical-to-electrical power converter configured to         convert the optical beam into electrical power having a voltage,         the optical-to-electrical power converter having a second         bandgap energy,     -   (f) an electrical voltage converter, adapted to convert the         voltage of the electrical power generated by the         optical-to-electrical power converter into a different voltage,         the electrical power converter comprising an inductor, an energy         storage device and a switch,     -   (g) at least one surface associated with the         optical-to-electrical power converter and optically disposed         between the gain medium and the optical-to-electrical power         converter,     -   (h) a detector configured to provide a signal indicative of the         optical beam impinging on the optical-to-electrical power         converter, and     -   (i) a controller adapted to control at least one of the status         of the beam steering apparatus and the driver, the controller         receiving a control input signal from at least the detector,

wherein:

-   -   (j) the at least one surface has properties such that it         reflects a small part of light incident on it, either (i)         diffusively, or (ii) such that the reflected light has a virtual         focus positioned remotely from the optical resonator relative to         the surface, or (iii) such that the reflected light has a real         focus positioned at least 1 cm. in the direction of the optical         resonator relative to the surface,     -   (k) the controller is configured to respond to the control input         signal received from the detector by at least one of (i) causing         the driver to change the small signal gain of the gain         medium, (ii) changing the radiance of the optical beam, (iii)         changing the power supplied by the driver, (iv) changing the         scan speed of the beam steering apparatus, (v) changing the scan         position of the beam steering apparatus, and (vi) recording a         scan position defining the position of the optical-to-electrical         power converter,     -   (l) the gain medium is a semiconductor device or a solid host         doped with Nd ions, and includes a filter attenuating radiation         for at least one frequency having a wave number in the range         8,300 cm⁻¹ to 12,500 cm⁻¹,     -   (m) the second bandgap energy is smaller than the first bandgap         energy,     -   (n) the first bandgap energy is between 0.8 eV and 1.1 eV,     -   (o) the switch has a closed serial resistance smaller than R,         given by the equation:

$R \leq \frac{E_{gain}^{2}}{2*10^{- 40}*P_{{laser}\mspace{14mu}{driver}}}$

where R is measured in Ohms, E_(gain) is the first bandgap energy measured in Joules, and

P_(laser driver) is the power supplied by the laser driver to the gain medium, measured in Watts, and

-   -   (p) the optical beam has a radiance of at least 8         kW/m²/Steradian, and a frequency between the first overtone of         the C—H absorption situated at approximately 6940 cm⁻¹ and the         second overtone of the C—H absorption situated at approximately         8130 cm⁻¹.

In any such a system, the different voltage may be a higher voltage than the voltage generated by the optical-to-electrical converter. Furthermore, the status of the beam steering apparatus may be either or both of the aiming direction and the scan speed of the beam steering apparatus.

Furthermore, in any of the above-described systems the optical beam may have a radiance of at least 800 kW/m²/Steradian.

Another example implementation can involve any of the above described systems in which each one of the end reflectors of the resonator are either: (i) dielectric mirrors, (ii) Bragg mirrors, (iii) Fresnel reflectors or (iv) mirrors composed of alternating layers of dielectric or semiconductor material having different refractive indexes. Additionally, the gain medium can be either a transparent solid host material doped with Nd ions or a semiconductor. In such a case, the system may further comprise a filter for extracting radiation having a wave-number greater than 8300 cm⁻¹. In the event that the gain medium is a semiconductor, it may advantageously be a quantum dot gain medium.

In further exemplary implementations of the above described systems, the cooling system may be at least one of a heatsink, a Peltier diode, and a liquid cooled plate. It may also be equipped with a fan. Additionally, the gain medium may be attached to the cooling system using a layer of solder having less than 200° Kelvin/Watt thermal resistance. In any event, the cooling system may be such that the thermal resistance between the gain medium and the surrounding air is less than 200° Kelvin/Watt.

In alternative implementations of any of the above-described systems, the optical-to-electrical power converter may be a photovoltaic cell. In such a case, the photovoltaic cell may be a III-V device. In any event, the serial resistance of the optical-to-electrical power converter may be less than 1 Ohm.

According to further implementations of the above described systems, the inductor should have a serial resistance measured in Ohms of less than the square of the first bandgap energy measured in Joules divided by 2*10⁻⁴⁰ times the driver power measured in Watts.

In other implementations, the energy storage device may be either a capacitor or a rechargeable battery.

Additionally, any of the above described systems may further comprise a retro reflector. Also, the gain medium may be pumped electrically or optically by the driver. Furthermore, the second bandgap energy may be more than 50% of the first bandgap energy.

Yet other implementations perform a method for transmitting power from a transmitter to a receiver, comprising:

-   -   (a) converting a first electrical power to an electromagnetic         wave having a frequency between the first overtone of the C—H         absorption situated at approximately 6940 cm⁻¹ and the second         overtone of the C—H absorption situated at approximately 8130         cm⁻¹, the electromagnetic wave having a radiance of at least 8         kW/m²/Steradian, the converting being performed by using an         optical resonator having end reflectors and a gain medium         connected to a laser driver receiving the first electrical         power, the gain medium having a first bandgap energy between 0.8         eV and 1.1 eV, being positioned inside the optical resonator,         being thermally attached to a cooling system, and configured to         amplify the electromagnetic wave passing through it,     -   (b) directing the electromagnetic wave into at least one of a         plurality of directions using a beam steering apparatus         controlled by a controlling unit,     -   (c) detecting the impingement of the beam on a target having an         associated partially transparent surface, such that an         indication relating to the impingement may be utilized by the         controlling unit to perform at least one of (i) causing a change         in the small signal gain of the gain medium, (ii) causing a         change in the radiance of the electromagnetic beam, (iii)         causing a change in the first electrical power, (iv) changing         the scan speed of the beam steering apparatus, (v) changing the         scan position of the beam steering apparatus, and (vi) recording         a scan position defining the position of the target,     -   (d) converting the electromagnetic wave into a second electrical         power having a voltage, by using an optical-to-electrical power         converter having a second bandgap energy smaller than the first         bandgap energy,     -   (e) converting the voltage into a different voltage using an         electrical voltage converter, comprising an inductor, an energy         storage device and a switch having a closed serial resistance         smaller than R, given by the equation:

$R \leq {\frac{E_{gain}^{2}}{2*10^{- 40}*P_{{laser}\mspace{14mu}{driver}}}.}$

where R is measured in Ohms, E_(gain) is the first bandgap energy measured in Joules, and P_(laser_driver) is the first electrical power, measured in Watts,

wherein:

-   -   (f) the surface is designed such that it reflects a small part         of the electromagnetic wave incident on it either (i)         diffusively, or (ii) such that the reflected light has a virtual         focus positioned remotely from the optical resonator relative to         the surface, or (iii) such that the reflected light has a real         focus positioned at least 1 cm. in the direction of the optical         resonator relative to the surface, and     -   (g) the gain medium is either a semiconductor device, or a solid         host doped with Nd ions that includes a filter attenuating         radiation for at least one frequency having a wave number in the         range 8,300 cm⁻¹ to 12,500 cm⁻¹,

In such a method, the switch may be switched at a frequency determined by the equations:

$f < {\frac{1}{1.28*10^{- 40}*L}*{E_{gain}}^{2}*\frac{1 - \frac{E_{gain}}{5*10^{- 19}*V_{output}}}{P_{laser\_ driver}}}$ $f > {\frac{1}{3*10^{- 38}*L}*{E_{gain}}^{2}*\frac{\left( {1 - \frac{E_{gain}}{4*10^{- 20}*V_{output}}} \right)}{P_{laser\_ driver}}}$

where f is the switching frequency measured in Hz., E_(gain) is the bandgap of the gain medium, measured in Joules, V_(output) is the output voltage from the voltage converter, measured in Volts, and P_(laser driver) is the power pumped by the laser driver onto the gain medium, measured in Watts.

Additionally, the detection of impingement of the beam on the target may be done using either detection in the transmitter of retro reflected illumination from the target, or detection of illumination of the target using a receiver sensor.

Furthermore, in any of the above described methods, the second bandgap energy may be more than 50% of the first bandgap energy.

BRIEF DESCRIPTION OF THE DRAWINGS

The present invention will be understood and appreciated more fully from the following detailed description, taken in conjunction with the drawings in which:

FIG. 1 shows the energy density of various battery chemistries;

FIG. 2 shows the maximal permissible exposure value for lasers for various exposure times, according to the US Code of Federal Regulations, title 21, volume 8, (21 CFR § 8), revised on April 2014, Chapter I, Subchapter J part 1040;

FIG. 3 shows an example of a warning sign for a class IV laser product;

FIGS. 4-9 show examples of the chemical composition of various commonly used transparent polymers;

FIG. 4 shows a Poly-methyl methacrylate (PMMA) chain;

FIG. 5 shows the structure of a polycarbonate;

FIG. 6 shows the polystyrene structure;

FIG. 7 shows the structure of nylon 6,6;

FIG. 8 shows a polypropylene chain structure;

FIG. 9 shows the polyethylene chain structure;

FIG. 10 shows the IR absorption bands for common organic chemical bonds;

FIG. 11 shows the IR absorption spectrum of polyethylene;

FIG. 12 shows the overtone absorption bands for some common organic chemical bonds;

FIGS. 13A and 13B show different electronic configurations for converting the output voltage of a photovoltaic cell to a different voltage;

FIG. 14 shows the power reflected per square meter by a mirror, when a beam of radiance 8 kW/m²/steradian is focused upon it, as a function of numerical aperture;

FIGS. 15A, 15B and 15C show schematic drawings of exemplary apparatus according to the present disclosure, for avoiding unsafe reflections from the front surface of a receiver being illuminated by a transmitter of the present disclosure;

FIG. 16 shows a schematic diagram showing a more detailed description of the complete optical wireless power supply system of the present disclosure;

FIG. 17 is a graph showing the change in power transmission of the system of FIG. 16 , as a function of the angle of tilt of the beam steering mirror; and

FIG. 18 shows a schematic representation of a cooling system for the gain medium of the system of FIG. 16 .

DETAILED DESCRIPTION

In view of the above described considerations, one exemplary implementation of the optical wireless power supply systems of the present disclosure could be a system tuned to work in between the first overtone of the C—H absorption at 6940 cm⁻¹ and the second overtone of the C—H absorption at 8130 cm⁻¹. Such overtone bands are less known bands, containing much less chemical information, and arise from essentially forbidden quantum mechanical transitions, and are only allowed due to complex mechanisms. Consequently, they provide wide, weak absorption bands, exactly as preferred for this application, but have found significantly less use in analytical chemistry. The broad nature of the bands allows for detecting various different polymer compositions, while the weak absorption allows the system to continue operation even in the vicinity of organic dirt and fingerprints. This makes these lines significantly less useful for typical uses of absorption measurements, but ideal for the present task. Another advantage of these lines is that there are no commonplace absorption lines directly positioned at the same frequencies, so that changing chemical composition of the materials will not alter the measurement results strongly. Many such overtone bands are illustrated in the chart of FIG. 12 .

Electro-optical components that operate in that band are scarce and hard to source, probably since both diode lasers and diode-pumped, solid state (DPSS) lasers are significantly less efficient at those frequencies, and only lower power lasers are currently commercially available. Since lasers at the preferred frequencies, with the desired parameters, are, not currently available, a laser suitable for this use has to be designed from the ground up. The resonator and gain medium have to be designed. A laser with the selected frequency and a radiance value sufficient to facilitate a roughly collimated or nearly collimated beam must be constructed. To achieve good collimation of the beam, a radiance of at least 8 kW/m²/Steradian is needed, and even 800 kW/m²/Steradian may be needed for higher power systems for efficient power transmission. For small systems working at long distances, much higher radiance (up to 10 GW/m²/Steradian) may be designed in the future, according to similar principles. Receivers for use with radiance of less than that level need to be too large, which would make the system cumbersome.

Different mirror setups for the resonator have been used, specifically good quality metallic mirrors made of Gold, Silver or Aluminium. These are found to reduce the lasing efficiency significantly. Much better results are achieved with dielectric material mirrors. Alternatively, Fresnel mirrors have one advantage in that they are low cost. Other mirrors that may be used are Bragg mirrors (which may be dielectric). The mirrors need to be positioned so as to form a stable, or a nearly stable resonator, or a resonator where photons are confined in space by a barrier inside the laser (such as in a fiber or diode laser) and a gain medium should be placed in the resonator between the mirrors in a position allowing the gain medium to amplify the beam resonating inside the resonator, such that it has a radiance of at least 8 kW/m²/Steradian.

If the gain medium is capable of lasing at more than one wavelength, the dielectric mirrors can be selected to limit that wavelength to a specific value. Alternatively, a filter can be used to fix the lasing frequency.

Specifically, it is better if the mirrors have high reflectivity for at least one wavelength between the first overtone of the C—H absorption at 6940 cm⁻¹ and the second overtone of the C—H absorption at 8130 cm⁻¹.

Three different approaches may be used for the gain medium. 1. DPSS design:

In the DPSS design, the gain medium may be a Nd-doped YAG crystal, though YVO₄ crystals, GGG crystals and Glasses are also options for a clear host. Neodymium is most suitable for operation between the first overtone of the C—H band and the second overtone of the C—H band since Nd has a transition near 7450 cm⁻¹. The Nd ions need to be excited by absorbing radiation, typically from 808 nm laser diodes, although other wavelengths may be used. A Nd-based gain medium tends to lase at a much higher frequency unless a filter blocking the transition around 9400 cm⁻¹ is added inside the resonator, or unless the unwanted radiation from the resonator is otherwise extracted. When such a filter is added, lasing commences at 7440-7480 cm⁻¹. Such filter action can be achieved using a prism or a grating, instead of a filter or by proper chromatic design of the laser resonator.

2. Semiconductor Laser

As an alternative, a semiconductor-based design may be proposed. It is possible to tune the wavelength of semiconductor lasers by altering the lasing bandgap of the semiconductor used. Semiconductors, especially those of the III-V type and more especially, though not exclusively, quantum dot types, having bandgaps of the order of 1 eV, emit light at the desired frequencies between 6900 cm⁻¹ and 8200 cm⁻¹. Specifically bandgaps between 0.8 eV and 1.1 eV yield good results and are absorbed, at least partially, by essentially all commonly used polymers. 3. Various alternative designs may also be used in the systems described in this disclosure, such as Nd doped fiber lasers that may include Bragg mirrors and/or fiber loop mirrors. Alternatively Raman shifted fiber lasers may also be used.

During operation the gain medium heats up, and should be cooled to prevent wavelength shift and efficiency degradation. If the gain medium is properly cooled, then it is possible to increase the pump power or current until a beam having radiance of at least 8 kW/m²/Steradian is emitted, having a frequency between 6900 cm⁻¹ and 8200 cm⁻¹. Such a beam can be nearly collimated and will be attenuated by most organic materials, including polymers, allowing detection. However, it will not be strongly absorbed by contaminations such as fingerprints.

The laser gain medium is typically configured to work at a temperature below 150 degrees centigrade. If its temperature exceeds a level, typically around 250 centigrade, a number of problems arise.

Firstly, the efficiency of light emission may drop significantly, due to population of lower level excited states, especially in 3- and 4-level lasers, and also due to thermal recombination of charge carriers in semiconductors.

Secondly, the soldering of the gain medium, if such a thermal attachment method is used, may be damaged.

Thirdly, thermal aberrations may occur which may cause beam degradation

Fourthly, the thermal expansion of the laser gain medium may be different from that of its surroundings, which may cause mechanical stress or even warping and fracture of the gain medium.

For those reasons, inter alia, the gain medium has to be thermally attached to a cooling system. Typically the gain medium emits between 0.1 and 100 W of heat from a surface that is between 1 mm² and 40 mm². In order for the temperature of the gain medium to be maintained at less than 150 degrees, the cooling system of the gain medium needs to have a thermal resistance of less than 200 Kelvin per Watt, and for systems transmitting higher powers, typically arising from more than 10 W of electrical power input, the thermal resistance should be significantly lower, and in many cases thermal resistance lower than 0.05 Kelvin/Watt is needed.

The surface of the cooling system is attached to the gain medium, typically using a third material such as solder or adhesive, which must have an expansion coefficient that is compatible to both the expansion coefficient of the gain medium itself and to the expansion coefficient of the front surface of the cooling system.

Typically such cooling systems may be either a passive heat sink, a heat sink with a fan, a Peltier element connected to a heat sink with or without a fan, or a liquid cooled cooling system. Alternatively, use may be made of a stand-alone liquid circulating cooling system with active circulation based on a circulating pump, or with passive circulation, based on heat pipes.

If the cooling system consists of a heat sink with a fan, its thermal resistance should be less than 0.1° Kelvin per Watt

If the cooling system is a passive heat sink, its thermal resistance should be less than 0.3° Kelvin per Watt

If the cooling system is a Peltier element, it needs to generate at least 5 degrees temperature difference ΔT.

If the cooling system is an active liquid cooled cooling system, it should be able to cover the entire span of thermal resistances mentioned here.

A passive heat sink is preferred in systems designed for low cost and quiet operation, while a liquid cooled system is preferred for high power systems. A heat sink with a fan or a fluid pump is used for systems typically having more than 1 W electrical output and a transmitter having a small volume, such as less than approximately 1 liter.

The gain medium is typically driven by a driver, supplying it with power, which may be provided as electrical power as in the case of some semiconductor gain media, or optical as in the case of other semiconductor gain media or DPSS systems, or chemical or other forms of energy. The amount of power supplied by the driver determines the small signal gain achieved, which determines the working conditions and emission of the laser, while the saturated gain of the gain medium is generally a function of the material selected for the gain medium, though not always in a simple linear fashion, and ultimately, the radiance emitted from the laser. Such a laser driver might have two or more operational states, one used for power transmission, and the others used for other functions of the system, such as target seeking, setup, and information transmission. It is important that the laser driver produces stable emission (with regards to power and beam parameters) in both working conditions, although stable operation during power transmission is more important.

To convert the optical beam into electricity again, so that useful power is delivered, an optical-to-electric power converter, typically a photovoltaic cell, should be used. As with the lasers, suitable photovoltaic cells tailored to the frequency of the beam used, are not commonly available as off-the-shelf components, and a custom cell is required. The bandgap of the photovoltaic semiconductor should be slightly smaller than the bandgap of the gain medium used, so that the beam frequency is absorbed efficiently by the semiconductor. If not, the conversion efficiency will be very poor. On the other hand, if the bandgap used is too small, then a poor efficiency system is achieved. Also the conductors on the photovoltaic cell need to be tailored to the radiance of the beam used—the higher the radiance, the thicker the conductors needed.

Since the bandgap of the laser gain medium should be in the range 0.8-1.1 eV, and the bandgap of the photovoltaic cell used must be lower, and since a single junction photovoltaic cell typically produces a voltage that is about 60-80% of the bandgap energy divided by the electron charge, a single junction cell tailored to the laser frequency yields a very low voltage, typically 0.3-0.8V, and typically a high current, assuming an output power of a few watts, as required by a practical system. The conductors on the semiconductor need to be thick enough to carry the generated current without significant (e.g. >5%) losses. Typically the series resistance of the conductors needs to be below 1 Ohm, or even better, below 0.1 Ohm, and the heat generated should be efficiently extracted from the photovoltaic cell as its efficiency generally decreases with temperature.

This combination of low voltage combined with high power cannot be easily converted to the higher voltages required to charge portable devices, typically 3.3 or 5V. Furthermore, some systems, such as communication systems, may require voltages such as −48V, 12V or 3.8V. The system needs to supply a stable voltage, and at higher levels than the output voltage expected from the photovoltaic cells. A typical method to increase the voltage of photovoltaic cells is to connect them in series, such as is described in U.S. Pat. No. 3,370,986 to M. F. Amsterdam et al, for “Photovoltaic Series Array comprising P/N and N/P Cells”, which shows a typical configuration for yielding a higher voltage, while utilizing almost the same amounts of semiconductor and no additional components, and is therefore the typically chosen solution.

However this solution is not suitable for systems such as those described in the present application, in which a laser having a radiance as high as 8 kW/m²/Steradian is used, especially since such a laser typically does not have a uniform shaped beam. Furthermore, its beam shape may be variable in time and the pointing accuracy may be less than optimally desired. In such a situation it is virtually impossible to design a compact and efficient system that will illuminate all the cells uniformly. If the photovoltaic cells connected in series are not uniformly illuminated, they do not produce the same current. In such a case the voltage will indeed be increased to the desired level but the current would drop to the current generated by the cell producing the least current, usually the cell least illuminated. In such a situation efficiency will be very poor. There is thus a need for an improved alternative method to increase the voltage.

One method of increasing the voltage of a single cell may be by charging capacitors in parallel, and then discharging them in series. This method yields good results for low currents, but when current is increased beyond a certain level, the switching time becomes a dominant factor, influencing efficiency, which degrades with increasing switching time.

If the energy is converted to AC using a fast, low resistance, switching mechanism, that AC current can be amplified using coupled inductances and then converted to AC again. The increased voltage AC can be converted to DC using a diode bridge and an energy storage device, such as a capacitor or a battery. Such systems have advantages when the voltage needs to be increased beyond twenty times that of the photocell voltage. Another advantage of such a system is that the switching can be done from the transmitter using the laser, thus saving receiver cost and complexity. Such systems have disadvantages when the voltage needs to be increased by a factor of less than 10 or when size and volume limitations are critical to the application.

Reference is now made to FIG. 13A, which shows a method of voltage conversion that is efficient and simple. In the configuration of FIG. 13A, a single inductor may be used with a low resistance switching mechanism and an energy storage device to increase the voltage of the photovoltaic cell. In FIG. 13A, the square on the left is the photovoltaic cell, the switch S, is a low resistance switch, such as a MOSFET, JFET, BJT, IGBT or pHEMT, the inductance L is connected to the output of the photovoltaic cell and the capacitor C acts as an energy storage device.

The following description assumes for simplicity the use of components with zero resistance. Taking resistance losses into account complicates the calculations, and is explained in a later section of this disclosure. The switching mechanism cycles the inductor between two primary operating phases: charging phase and discharging phase. In the charging phase the inductor is connected in parallel with the photovoltaic cell, by the closing of switch S. During this phase the inductor is being charged with the energy converted by the photovoltaic cell. The inductor energy increase is given by: ΔE _(L_CH) =Vpv*I _(L) *T _(CH), Where:

-   -   Vpv is the output voltage of the photovoltaic cell,     -   I_(L) is the average inductor current, and     -   T_(CH) is the duration of the charging phase.

In the discharging phase, the inductor is connected between the photovoltaic cell and the load by the opening of switch S. During this phase, the energy delivered from the inductor to the output energy storage device is given by the inductor energy decrease: ΔE _(C) =V _(O) *I _(L) *T _(DIS), where:

-   -   V_(O) is the voltage of the energy storage device, which is         typically very close to the desired output voltage of the         device, and can therefore be approximated as the output voltage         of the system,     -   I_(L) is the average inductor current, and     -   T_(DIS) is the duration of the discharging phase.

The energy delivered from the photovoltaic cell to the inductor during that phase is given by: ΔE _(L_DIS) =Vpv*I _(L) *T _(DIS).

The change in the inductor energy during that phase is the difference between the incoming and outgoing energy: ΔE _(L_DIS) =Vpv*I _(L) *T _(DIS) −V _(O) *I _(L) *T _(DIS).

In steady state operation, the energy of the inductor at the end of the cycle returns to the same value it was at the beginning of the cycle yielding: ΔE _(L_CH) =−ΔE _(L_DIS),

Which, after substitution, yields: V _(O) =Vpv*(1+T _(CH) /T _(DIS)).

The voltage at the energy storage device is thus defined by the photovoltaic cell voltage and the ratio of the charging and discharging phase durations.

In the present system, however, the parasitic characteristics and other aspects of the components might have a significant impact on conversion operation and efficiency and care should be taken into account in selecting and using the right components, in order to allow the system to operate efficiently. These elements are now considered, one by one:

Inductor

-   -   1. The inductance of the inductor defines the rate of change of         the inductor current due to applied voltage, which is given by         dI/dt=V/L, where dI/dt is the rate of current change, V is the         voltage applied across the inductor and L is the inductance. In         the context of the current system, V is determined by the gain         medium in the transmitter. Selection of a different gain medium         causes change in the photon energy, which mandates consequent         changes in the photovoltaic bandgap, and hence a change in the         photovoltaic voltage. This then calls for selection of a         different inductor and/or switching frequency. The switching         rate must be fast enough to allow the inductor current to         respond to changes in the incoming power from the transmitter         through the optical-to-electrical power converter, and slow         enough to avoid high-magnitude current ripple which contributes         to power loss, input voltage ripple and output voltage ripple.         The optimal value of the inductor should yield ripple current         which is between 20% and 40% of the maximum expected input         current, but systems may be operable between 10% and 60%.         Rigorous analysis of the circuit parameters shows that in order         to achieve this objective, the value L, of the inductor measured         in Henries, must be within the limits:

$L < {\frac{1}{1.28*10^{- 40}*f}*{E_{gain}}^{2}*\frac{1 - \frac{E_{gain}}{5*10^{- 19}*V_{output}}}{P_{laser\_ driver}}}$ $L > {\frac{1}{3*10^{- 38}*f}*{E_{gain}}^{2}*\frac{\left( {1 - \frac{E_{gain}}{4*10^{- 20}*V_{output}}} \right)}{P_{laser\_ driver}}}$ Where:

-   -   f is the switching frequency measured in Hz.,     -   E_(gain) is the bandgap of the gain medium, measured in Joules,     -   V_(output) is the output voltage from the voltage converter,         measured in Volts, and     -   P_(laser_driver) is the power pumped by the laser driver into         the gain medium, measured in Watts.

In order to successfully integrate the inductor into a mobile client, the inductance should typically be smaller than 10 mH, as inductors that are suitable for the current required by mobile client charging and having volume limitations suitable for a portable application are typically well below this value. Also inductors having inductances too small, such as 10 nH, will require such a high switching frequency that it will severely limit the availability of other components in the system such as the switch, and the switching loss caused by such a high frequency may be higher than the amount of power delivered by the photovoltaic cell.

-   -   2. The serial resistance of the inductor, R_(parasitic), should         be as low as possible to minimize the conduction power loss:         Typically, a value which yields less than 10% efficiency drop is         chosen: the serial resistance of the inductor, measured in Ohms         should be less than

$R_{parasitic} \leq {\frac{1}{2*10^{- 40}}*\frac{E_{gain}^{2}}{P_{laser\_ driver}}}$ Where:

-   -   E_(gain) is the bandgap of the gain medium, measured in Joules,     -   P_(laser_driver) is the power pumped by the laser driver onto         the gain medium, measured in Watts.     -   3. In a typical system the inductor serial resistance would be         less than 10Ω. The saturation current of the inductor is usually         chosen to be higher than the expected inductor peak current,         given by:         I _(SAT) >I _(PEAK)=Im+Vpv*(1−Vpv/V _(O))/(2*L*f).

For extracting more than 10 mW of power from a single junction photovoltaic cell, the saturation current must be higher than 10 mW/0.8v=12.5 mA.

-   -   4. For reliable operation the inductor shall be rated at a         higher current than the expected maximum input current. For         extracting more than 10 mW of power from a single junction         photovoltaic cell, the inductor rated current must be higher         than 10 mW/0.8v=12.5 mA.

Switching mechanism

-   -   1. The switching mechanism is usually made of two or more         devices. The first device, a main switch, when conducting, sets         the inductor into the charging phase. The second device can be         either a diode (as in FIG. 13A) or a switch whose function is to         connect the inductor to the load or output energy storage         device, during the discharging phase, and to disconnect it from         the load during the charging phase.     -   2. The switching mechanism should have low switch node         capacitance to minimize switching losses:         P _(SW2)=0.5*Csw*V _(O) ² *f.

For extracting more than 50% of the laser power, the switch node capacitance should be less than

${Csw} \leq {\frac{P_{{laser}\mspace{14mu}{driver}}}{V_{o}^{2}*f}.}$

-   -   3. In a typical system switch node capacitance would be less         than 100 nF and more than 10 pF.     -   4. The serial resistance of the main switch in the switch node,         that switch being either that connecting the inductor to the         ground or that connecting the optical-to-electrical power         converter to the inductor, should be less than

$R \leq \frac{E_{gain}^{2}}{2*10^{- 40}*P_{{laser}\mspace{14mu}{driver}}}$

In a typical system the switch serial resistance would be less than 10Ω.

Energy Storage Device

-   -   1. The energy storage device can be either a capacitor or a         battery or both.     -   2. The energy storage device is required to maintain the output         voltage during the charging phase, when the inductor is         disconnected from the output. The capacitance of the storage         device is chosen based of the switching frequency, laser power         and the desired output ripple voltage:         C _(OUT) >P _(LASER DRIVER)/(f*V _(O) *ΔV _(O))

Where ΔV_(O) is the desired output ripple voltage.

-   -   3. The energy storage device can also supply power to the load         during temporary interruption of the optical path. For         uninterrupted power supply, the energy storage device should be         able to store at least the amount energy equal to minimal         operational output power (P_(OUT_MIN)) multiplied by the         interruption time interval (T_(INT)):         E _(OUT_MIN) ≥P _(OUT_MIN) *T _(INT).

If a capacitor is used as the energy storage device, the capacitance should be larger than: C _(OUT)≥2*E _(OUT) /V _(OUT) ².

For uninterrupted operation at minimal operational output power larger than 10 mW and interruption time interval longer than 100 ms the stored energy has to be larger than 1 mJ and the capacitance larger than 80 μF (assuming V_(OUT)=5V).

In some cases, the capacitor may serve as the energy storage device for the client application. In such cases, the client application may be designed without any secondary energy storage device (the conventionally used battery installed in the mobile device), and the energy storage device of the presently described systems would have to store enough energy to supply the power needs of the client device until the next charging event. In such cases, super capacitors having a capacitance at least 0.5 F, and even above 10 F, may be used. In other cases, where the power requirement of the client device is low, or when it has an independent energy storage device such as the battery internally installed in the device, or if the device does not need to operate when no power is supplied, the capacitor used would typically be well beyond 1 F. If a rechargeable battery is used as the energy storage device, then, similar to the capacitor logic above, if the battery is used only as means of regulating the voltage, but not as the means for maintaining power supply to the client device between charging events, then the energy capacity of the battery may advantageously be up to 100 times the energy supplied during 100 cycles of the switch (typically below 0.1 Wh), this level being determined according to the volume budget and cost effectiveness of the battery. On the other hand, if the battery is also used to power the client device between charging events, its capacity should be at least large enough to store the energy needed by the client device between charging events—typically above 0.1 Wh in the case of a cellular phone. Batteries also have a volume limitation depending on the product in which they are intended to be used. Thus, the battery of a product that has some volume V, if incorporated externally to the device, would typically be limited to up to times the volume of the device, i.e. 3V. As an example of this rule of thumb, a battery used to power a cellular phone of 100 cc. volume would typically be limited to less than 300 cc. in volume. Such a battery would typically have a capacity of below 300 Wh. because of the above mentioned limitation.

The circuit in FIG. 13A is not the only possible topology. FIG. 13B shows a different design that can achieve similar performance characteristics. The components roles, constraints and expected values for FIG. 13B are the same as those listed for the circuit in FIG. 13A. The primary difference is that the positive and negative terminals of the output voltage are reversed.

In some applications the energy storage device may be preferably located inside the device which is intended to use the power received. In other applications, specifically those applications where short term operation is anticipated, and which does not require a regulated voltage, the energy storage device may even be eliminated.

Point of Regulation

The power output of the photovoltaic cell depends on the incoming optical power and load applied to it. The optimal loading condition will yield the maximal output power from the photovoltaic cell, therefore, the control mechanism of the voltage converter must regulate the loading point. The control mechanism can be either designed to maintain constant voltage between the cell terminals, which is known to be maximum power operating point for most conditions, or it can track the maximum power operating point by measuring the cell output power and seeking the optimal cell voltage under any operating condition. The first approach is simpler; the second is more power efficient.

The generated laser beam needs to be directed towards the receiver. In order to direct the beam towards the receiver, a beam steering apparatus should be used. Some beam steering sub-systems that could be used include a moving mirror, a moving lens, an electro-optical modulator, a magneto-optical modulator, a set of motors moving the whole transmitter system in one or more directions, or any other suitable beam deflection device.

The beam steering apparatus should be controlled by a controller, most conveniently the same controller used to control the laser driver.

The beam steering apparatus is configured to direct the >8 kW/m²/Steradian beam in any of a number of directions.

The damage threshold of the beam steering apparatus needs to be able to withstand the beam's radiance.

For example, if the beam is focused on a mirror using a focusing mechanism having a numerical aperture of 0.5, the mirror needs to withstand a power density of at least 6.7 kW/m² for a beam having 8 kW/m²/steradian. If a beam having higher radiance is used the mirror should be chosen so that it would have a higher damage threshold correspondingly.

FIG. 14 shows the power reflected per square meter by a mirror when a beam of 8 kW/m²/steradian is focused upon it as a function of numerical aperture.

If a higher radiance beam is used, then the power reflected by the mirror increases correspondingly in a linear manner.

Since the beam may be far from uniform, “hotspots”, sometimes having 10× irradiance compared to the beam average, may be generated.

Hence, mirrors should have a damage threshold which is at least as large and preferably at least 10× that shown in FIG. 14 , scaled to the actual beam irradiance and numerical aperture of the focusing mechanism on the mirror.

There is typically an optical front surface in the receiver, positioned near the photovoltaic cell and between the photovoltaic cell and the transmitter, through which the beam enters the receiver, and which is needed in order to protect the typically delicate structure of the photovoltaic cell, and in many cases, in order to match the exterior design of the device where the power receiver is integrated in. The front surface may have a coating protecting it from scratches, such as Corning Gorilla Glass®, or similar, or may be treated to make it better withstand scratches. It may be also be treated to reduce the levels of contaminants, such as fingerprints and dust which may settle on it, or to reduce their optical effect, or it may be coated with an anti-reflection coating to reduce the level of light reflected from it. The front surface of the photovoltaic cell may also be coated. In some cases the front surface would be part of the structure of the photovoltaic cell itself or coated on the photovoltaic cell.

While in some situations, it may be possible to reduce the amount of reflection from the surface to below the safety threshold, by choosing a very low reflection anti-reflective coating, should the coating be contaminated or covered by either a liquid spilled on it, or a fingerprint, such anti-reflective coating would be ineffective in reducing the amount of reflection, and typically, 3-4% of the incident light will be reflected in an uncontrolled direction. If such a reflection is reflected in a diverging manner, its power density would soon drop to safe levels. However, should the reflection be focused, the power density may increase to unsafe levels. For this reason, it is important that the ROC (radius of curvature) of such a surface, at any point on it, should not be less than a predetermined value. In general, the reflection from the surface is intended to be only a small part of the incident light, thereby reducing the danger of any significant beam reflections, regardless of what nature or of what form the surface curvature takes. The level of reflected light may be variable, since even the ˜4% reflection from an untreated glass surface may be increased, if a layer of extraneous contaminant material on the surface generates increased reflectivity. However, that reflection is expected not exceed 20%, and will generally be substantially less than the 4% of untreated glass, such as in the case of AR coated glass, where reflectivities of 0.1% or even less are common. Therefore, the surface is described in this disclosure, and is thuswise claimed, as having properties which reflect a small part of the incident light, this description being used to signify less than 20% of the incident light, and generally less than the 4% of untreated glass.

Reference is now made to FIGS. 15A to 15C, which illustrate schematically methods of avoiding the above-mentioned unsafe reflections, even for the small part of the incident light which may be reflected from the surface. FIG. 15A shows a situation where the surface is a concave surface, FIG. 15B shows a situation where the surface is a convex surface, and FIG. 15C shows the situation where the surface is a diffusive surface. In FIG. 15A, an incident beam 110, having at least 8 kW/m²/Steradian radiance, is directed towards photovoltaic cell 112, passing through a front surface 111, which may be the front surface of the photovoltaic cell. The front surface 111 reflects some of beam 110 creating a focused beam 113 with a focal point 114 some distance from the surface. In order to ensure that focal point 114 does not present any danger to an eye or skin, or other objects, the Radius of Curvature (ROC) of the surface 111 must be such that the beam is focused with low numerical aperture, as in FIG. 15A, or that it be defocused, as in FIG. 15B, or that it be diffused, as in FIG. 15C. To achieve these limitations, if the surface is concave looking from the transmitter towards the photovoltaic cell, as in FIG. 15A, its ROC must be larger than 1 cm, and if higher power systems are used, typically above 0.5 W of light, it should be greater than 5 cm. Alternatively, the surface ROC can be negative, as in FIG. 15B, but the ROC cannot be in the range 0-1 cm. These limitations will ensure that the reflected beam of light has a focal point which is either virtual, i.e. associated with a diverging reflected beam, or at least 1 cm in front of the surface, such that the risk generated by the focus is significantly reduced. The surface may also have numerous regions with smaller curvatures, creating a diffusive surface, as in FIG. 15C, which significantly helps reducing the risk of a dangerous focal point. In such a case, the radius of curvature of each sub section of the surface may be smaller than 1 cm without creating a focal point. Furthermore, if the surface is split into multiple zones, each zone may have smaller curvature.

In order to operate safely, the system also needs to be able to direct the power beam to the photovoltaic cell so that it is blocked by it, and not be directed at some unsafe region. In order to accomplish that, a detector should be positioned to provide indication of the impingement of the beam on the receiver. Such a detector should typically be positioned in the receiver, but configurations where such a detector is located in the transmitter are also possible, in which case the detector should be responsive to a phenomenon occurring due to the impact of the beam on the receiver. Such a transmitter-associated system may include image acquisition and processing of optical information received from the receiver, such as the reflection of the beam from a barcode printed on the receiver, so that the transmitter may detect the barcode's illumination pattern. Reflections from a retro reflector or retro reflectors or arrays or patterns thereof may be positioned on the receiver and such reflection may be detected in the transmitter, either by way of image processing, by measuring back reflection or by measuring coherence effects of the reflection. The detector may be a current or voltage sensor positioned in the receiver, a photodiode in the receiver or in the transmitter, or an imaging device which may be either in the transmitter or the receiver. A retro-reflector in the vicinity of the photovoltaic cell may also be used, in combination with an additional detector in the transmitter, detecting light reflected from the retroreflector.

The detector, upon detecting the beam of light impinging on the photovoltaic cell, sends a signal accordingly to the system controller. If the detector is in the receiver, such signalling may be done wirelessly, using a communication channel which may be RF, IR, visible light, UV, modulation of the beam, TCP/IP, or sound. The system controller is usually located in the transmitter, but may also be located in a main control unit, which may even be on a computer network from the transmitter. On receipt of the signal, the controller responds by performing at least one of:

-   -   (a) Changing the state of the laser driver.     -   (b) Changing the operational properties of the beam steering         apparatus, such as the direction to which it directs the beam,         or the speed in which such direction is changed.

Reference is now made to FIG. 16 , which is a schematic diagram showing a detailed description of the complete system. The system comprises transmitter 21 and receiver 22. In general, the transmitter and receiver will be located remotely from each other, but are shown in FIG. 16 , for convenience, to be close to each other. Beam 15 transfers power from transmitter 21 to receiver 22.

On the receiver 22, the front surface 7 reflects a small part of incident beam 15 as a reflected beam 16, while either diffusing it or creating a virtual focal point behind front surface 7, or a real focal point at least 1 cm in front of surface 7. After transmission through the at least partially transparent surface 7, beam 15 impinges on the optical-to-electrical power converter 1.

The optical-to-electrical power converter 1 may be enclosed in a package that may have a front window, which may be surface 7 or a separate window. It may also be coated to have an external surface adapted to function as an interface with the air, or the adhesive or the glass surrounding it. In a typical configuration, the optical-to-electrical power converter 1 could be a junction of semiconductor layers, which typically have conductors deposited on them. In many embodiments surface 7 would be coated on, or be the external surface of one of these semiconductor layers.

Signalling detector 8 indicates that beam 15 is impinging on photovoltaic cell 1 and transmits that information to the controller 13, in this example system, located in the transmitter 21. The control signal is transmitted by a link 23 to a detector 24 on the transmitter.

Electrical power converter 1, has a bandgap E8 and typically yields a voltage between 0.35 and 1.1V, though the use of multi-junction photovoltaic cells may yield higher voltages. Power flows from the photovoltaic cell 1 through conductors 2 a and 2 b, which have low resistance, into inductor 3 which stores some of the energy flowing through it in a magnetic field.

Automatic switch 4, typically a MOSFET transistor connected to a control circuit (not shown in FIG. 16 ), switches between alternating states, allowing the current to flow through the inductor 3 to the ground for a first portion of the time, and for a second portion of the time, allowing the inductor to emit its stored magnetic energy as a current at a higher voltage than that of the photovoltaic cell, through diode 5 and into load 6, which can then use the power.

Automatic switch 4 may be operating at a fixed frequency or at variable frequency and/or duty cycle and/or wave shape which may either be controlled from the transmitter, or be controlled from the client load, or be based on the current, voltage, or temperature at the load, or be based on the current, voltage or temperature at automatic switch 4, or be based on the current, voltage or temperature emitted by the optical-to-electrical power converter 1, or be based on some other indicator as to the state of the system.

The receiver may be connected to the load 6 directly, as shown in FIG. 16 , or the load 6 can be external to the receiver, or it may even be a separate device such as a cellphone or other power consuming device, and it may be connected using a socket such as USB/Micro USB/Lightning/USB type C.

In most cases there would also be an energy storage device, such as a capacitor or a battery connected in parallel to load 6, or load 6 may include an energy storage device such as a capacitor or a battery.

Transmitter 21 generates and directs beam 15 to the receiver 22. In a first mode of operation, transmitter 21 seeks the presence of receivers 22 either using a scanning beam, or by detecting the receiver using communication means, such as RF, Light, IR light, UV light, or sound, or by using a camera to detect a visual indicator of the receivers, such as a retro-reflector, or retro-reflective structure, bar-code, high contrast pattern or other visual indicator. When a coarse location is found, the beam 15, typically at low power, scans the approximate area around receiver 22. During such a scan, the beam 15 impinges on photovoltaic cell 1. When beam 15 impinges on photovoltaic cell 1, detector 8 detects it and signals controller 13 accordingly.

Controller 13 responds to such a signal by either or both of instructing laser driver 12 to change the power P it inputs into gain medium 11 and or instructing mirror 14 to alter either its scan speed or direction it directs the beam to or to hold its position, changing the scan step speed. When gain medium 11 receives a different power P from the laser power supply 12, its small signal gain—the gain a single photon experiences when it transverses the gain medium, and no other photons traverse the gain medium at the same time,—changes. When a photon, directed in a direction between back mirror 10 and output coupler 9 passes through gain medium 11, more photons are emitted in the same direction—that of beam 15—and generate optical resonance between back mirror 10 and output coupler 9.

Output coupler 9 is a partially transmitting mirror, having reflectance R, operating at least on part of the spectrum between the first overtone of the C—H absorption at 6940 cm⁻¹ and the second overtone of the C—H absorption at 8130 cm⁻¹, and is typically a multilayer dielectric or semiconductor coating, in which alternating layers of different refractive index materials are deposited on a substrate, which is typically glass, plastic or the surface of gain medium 11. Alternatively Fresnel reflection can be used if the gain medium is capable of providing sufficient small signal gain or has a high enough refractive index, or regular metallic mirrors can be used. A Bragg reflector may also be used, should the gain medium be either a semiconductor or a fibre amplifier. Output coupler 9 may also be composed of a high reflectance mirror combined with a beam extractor, such as a semi-transparent optical component that transmits a part of the light and extracts another part of the light from the forward traveling wave inside the resonator, but typically also a third portion extracted from the backwards propagating wave inside the resonator.

Back reflector 10 should be a high reflectance mirror, although a small amount of light may back-leak from it and may be used for monitoring or other purposes, working at least on part of the spectrum between the first overtone of the C—H absorption at 6940 cm⁻¹ and the second overtone of the C—H absorption at 8130 cm⁻¹. It may typically be constructed of alternating layers of different refractive index materials deposited on a substrate, usually glass, metal or plastic. Alternatively Fresnel reflection can be used if the gain medium is capable of providing sufficient small signal gain, or regular metallic mirrors can be used. A Bragg reflector may also be used should the gain medium be either a semiconductor or a fibre amplifier.

Gain medium 11 amplifies radiation between the first overtone of the C—H absorption at 6940 cm⁻¹ and the second overtone of the C—H absorption at 8130 cm⁻¹, although not necessarily over the whole of this spectral range. It is capable of delivering small signal gain larger than the loss caused by output coupler 9 when pumped with power P by laser driver 12. Its area, field of view, and damage thresholds should be large enough to maintain a beam of at least 8 kW/m²/Steradian/(1-R), where R is the reflectance of output coupler 9. It may be constructed of either a semiconductor material having a bandgap between 0.8-1.1 eV or of a transparent host material doped with Nd ions, or of another structure capable of stimulated emission in that spectral range. Gain medium 11 is positioned in the optical line of sight from the back reflector 10 to output coupler 9, thus allowing radiation reflected by the back reflector 10 to resonate between the back reflector 10 and the output coupler 9 through gain medium 11.

For the exemplary implementation where the gain medium 11 is a semiconductor having a bandgap between 0.8-1.1 eV, it should be preferably attached to a heat extracting device, and may be pumped either electrically or optically by laser driver 12.

In the exemplary implementation where the gain medium 11 is a transparent host, such as YAG, YVO₄, GGG, or glass or ceramics, doped with Nd ions, then gain medium 11 should preferably also be in optical communication with a filter for extracting radiation around 9400 cm⁻¹ from that resonating between back mirror 10 and output coupler 9.

The beam steering apparatus 14 is shown controlled by controller 13. It can deflect beam 15 into a plurality of directions. Its area should be large enough so that it would contain essentially most of beam 15 even when tilted to its maximal operational tilt angle. Taking a simplistic 2D example, if beam 15 were to be a collimated 5 mm diameter (1/e² diameter) Gaussian beam, and the beam steering apparatus were to be a single round gimballed mirror centred on the beam centre, and if the maximal tilt required of the mirror is 30 degrees, and assuming that beam steering apparatus 14 has no other apertures, then if the mirror has a 5 mm diameter like that of the beam, it would have an approximately 13% loss at normal incidence to the beam, but approximately 60% loss at 60 degrees tilt angle. This would severely damage the system's performance. This power loss is illustrated in the graph of FIG. 17 .

At the beginning of operation, controller 13 commands laser driver 12 and mirror 14 to perform a seek operation. This may be done by aiming beam 15, with the laser driver 12 operating in a first state, towards the general directions where a receiver 22 is likely to be found. For example, in the case of a transmitter mounted in a ceiling corner of a room, the scan would be performed downwards and between the two adjacent walls of the room. Should beam 15 hit a receiver 22 containing an optical-to-electric power converter 1, then detector 8 would signal as such to controller 13. So long as no such signal is received, controller 13 commands beam steering 14 to continue directing beam 15 in other directions, searching for a receiver. If such a signal is received from detector 8, then controller 13 may command beam steering 14 to stop or slow down its scan to lock onto the receiver, and to instruct laser driver 12 to increase its power emission. Alternatively controller 13 may note the position of receiver 22 and return to it at a later stage.

When laser driver 12 increases its power emission, the small signal gain of gain medium 11 increases, and as a result beam 15 carries more power and power transmission begins. Should detector 8 detect a power loss greater than a threshold, which may be pre-determined or dynamically set, and which is typically at a level representing a significant portion of the maximal permissible exposure level, and which is also typically greater than the system noise figure, these conditions implying either that beam 15 is no longer aimed correctly at the optical-to-electrical power converter 1, or that some object has entered the beam's path, or that a malfunction has happened, controller 13 should normally command laser driver 12 to change its state, by reducing power to maintain the required safety level. If another indication of safe operation is present, such as an indication from the user as to the safety of transmission, which may be indicated by a user interface or an API, or an indication of safe operation from a second safety system, the controller may command the laser to increase power to compensate for the power loss. The controller 13 may also command the beam steering assembly 14 to perform a seeking operation again.

There may be two different stages in the seek operation. Firstly, a coarse search can be performed using a camera, which may search for visual patterns, for a retro reflector, for high contrast images, for a response signal from receivers or for other indicators, or by using the scanning feature of beam steering 14. A list of potential positions where receivers may be found can thus be generated. The second stage is a fine seek, in which the beam steering mirror 14 directs beam 15 in a smaller area until detector 8 signals that beam 15 is impinging on an optical-to-electrical power converter 1.

Reference is now made to FIG. 18 , shows an example cooling system for the gain medium 11 of the system of FIG. 16 . Although the reflectors 9, 10 are shown as separate optical elements, it is to be understood that one or both of them may be coated directly on the gain medium end faces for simplifying the system. Gain medium 11 converts the power it receives from the laser driver 12 into both heat and photons, and would typically degrade the system performance if the gain medium were to be heated above a certain temperature.

For that reason, gain medium 11 is attached to heatsink 34 using a bonding agent 33 which is preferably a heat conducting solder having low thermal resistance. Bonding agent 33 may also be a conductive adhesive. Bonding agent 33 may have a thermal expansion coefficient which is between that of gain medium 11 and heat sink 34. Heat sink 34 may typically be a low thermal resistance heatsink made out of metal, which may be equipped with fins for increasing its surface area or an external fluid pumping system such as a fan or a liquid pump 35.

It is appreciated by persons skilled in the art that the present invention is not limited by what has been particularly shown and described hereinabove. Rather the scope of the present invention includes both combinations and subcombinations of various features described hereinabove as well as variations and modifications thereto which would occur to a person of skill in the art upon reading the above description and which are not in the prior art. 

What is claimed is:
 1. A wireless power receiver adapted for supplying electrical power to a load, the wireless power receiver comprising: an optical-to-electrical power converter, an inductor, a switch and an energy storage device, wherein the wireless power receiver is adapted to receive power from a transmitter having a laser whose gain medium has a bandgap and is pumped by a laser driver; and wherein the energy storage device is either a rechargeable battery or a super-capacitor, and is adapted to supply a minimal operational output power to the load; and wherein the switch has a closed serial resistance R, measured in Ohms, given by: $R \leq \frac{E_{gain}^{2}}{2*10^{- 40}*p_{{laser}\mspace{14mu}{driver}}}$ where: E_(gain) is a bandgap of the gain medium of the laser, measured in Joules, and P_(laser driver) is the power pumped by the laser driver into the gain medium, measured in Watts; and wherein the inductor has an inductance L measured in Henries, given by: $L < {\frac{1}{1.28*10^{- 40}*f}*E_{gain}^{2}*\frac{1 - \frac{E_{gain}}{5*10^{- 19}*V_{output}}}{p_{{laser\_ drive}r}}}$ $L > {\frac{1}{13*10^{- 38}*f}*E_{gain}^{2}*\frac{\left( {1 - \frac{E_{gain}}{4*10^{- 20}*V_{output}}} \right)}{p_{{laser\_ drive}r}}}$ where: f is a switching frequency measured in Hz, E_(gain) is the bandgap of the gain medium of the laser, measured in Joules, V_(output) is an output voltage measured in Volts, from a voltage converter adapted to boost a voltage output from the optical-to-electrical power converter, and P_(laser driver) is the power, pumped by the laser driver into the gain medium, measured in Watts.
 2. The wireless power receiver adapted to supply the electrical power according to claim 1, wherein the load is an electronic device.
 3. The wireless power receiver adapted to supply the electrical power according to claim 2, wherein the electronic device is connected by a socket to the receiver.
 4. The wireless power receiver adapted to supply the electrical power according to claim 3, wherein the socket is any one of USB/Micro, USB lightning or another type of USB socket.
 5. The wireless power receiver adapted to supply the electrical power according to claim 2, wherein the bandgap measured in eV, has a value between 0.8 eV and 1.1 eV.
 6. The wireless power receiver adapted to supply the electrical power according to claim 2, wherein the laser beam has a frequency between a first overtone of the C—H absorption situated at 6940 cm⁻¹ and a second overtone of the C—H absorption situated at 8130 cm⁻¹.
 7. An electronic circuit for interim energy storage between (i) an optical-to-electrical energy converter adapted to receive optical power from a laser beam, and (ii) an electronic device, said electronic circuit comprising: an energy storage device, a switch and a power socket, the power socket configured to supply power to the electronic device, wherein the energy storage device is adapted to be charged by the optical to electric energy converter, is connected to the power socket and is adapted to supply a minimal operational output power, and wherein the switch has a conducting mode and a non-conducting mode, a resistance measured in Ohms in the conducting mode being selected such that the resistance is given by: $R \leq \frac{E_{gain}^{2}}{2*10^{- 40}*p_{{laser}\mspace{14mu}{driver}}}$ where E_(gain) is a bandgap of a gain medium of the laser configured to emit the laser beam, and has a value between 0.8 eV and 1.1 eV, and P_(laser driver) is the power measured in Watts, supplied by a laser driver to the gain medium of the laser.
 8. The electronic circuit according to claim 7, wherein the electronic circuit is supplied with input power from the optical-to-electrical energy converter.
 9. The electronic circuit according to claim 7, wherein the power socket is any one of USB/Micro, USB lightning or another type of USB socket.
 10. The electronic circuit according to claim 7, wherein the optical-to-electrical energy converter is adapted to convert the laser beam having a frequency between a first overtone of the C—H absorption situated at 6940 cm⁻¹ and a second overtone of the C—H absorption situated at 8130 cm⁻¹.
 11. The electronic circuit according to claim 7, wherein the energy storage device is either a rechargeable battery or a super-capacitor.
 12. A method of supplying electrical power from a rechargeable battery to an electronic device, comprising: receiving at an optical-to-electrical power converter, an optical beam from a laser beam transmitter, and converting the optical beam into electrical power having a first voltage; and using a DC/DC power converter to convert the electrical power having a first voltage to electrical power at a second, battery charging voltage, the DC/DC converter comprising an inductor and a switch; wherein the switch has a conducting mode and a non-conducting mode, a resistance R of the conducting mode, measured in Ohms, being given by: the $R \leq \frac{E_{gain}^{2}}{2*10^{- 40}*P_{{laser}\mspace{14mu}{driver}}}$ where: E_(gain) is a bandgap of a gain medium of a laser, measured in Joules, having a value between 0.8 eV and 1.1 eV, and P_(laser driver) is power supplied by a laser driver to the gain medium of the laser, measured in Watts, wherein the rechargeable battery is adapted to supply a minimal operational output power, and p1 wherein the rechargeable battery is connected by a socket to the electronic device.
 13. The method according to claim 12, wherein a voltage supplied to the electronic device is between 3.6 and 48 Volts.
 14. The method according to claim 12, wherein the socket is any one of USB/Micro, USB lightning or another type of USB socket.
 15. A method according to claim 12, wherein the switch is switched at a frequency between: $f < {\frac{1}{1.28*10^{- 40}*L}*E_{gain}^{2}*\frac{1 - \frac{E_{gain}}{5*10^{- 19}*V_{output}}}{P_{laser\_ driver}}}$ and $f > {\frac{1}{3*10^{- 38}*L}*E_{gain}^{2}*\frac{\left( {1 - \frac{E_{gain}}{4*10^{- 20}*V_{output}}} \right)}{P_{laser\_ driver}}}$ E_(gain) is the bandgap of the gain medium of the laser, measured in Joules, V_(output) is an output voltage from the DC/DC converter, measured in Volts, and P_(laser driver) is the power supplied by the laser driver to the gain medium, measured in Watts.
 16. The method according to claim 12, wherein the bandgap of the gain medium of the laser is between 0.8 eV and 1.1 eV.
 17. The method according to claim 12, wherein the optical-to-electrical power converter is adapted to convert the optical beam having a frequency between a first overtone of the C—H absorption situated at 6940 cm⁻¹ and a second overtone of the C—H absorption situated at 8130 cm⁻¹.
 18. The method according to claim 12, wherein a voltage supplied to the electronic device is any one of 5V, 48V, 12V or 3.8V. 